preparation for classification of triangles


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Triangle
Triangle - A three sided closed figure is called a triangle. Here side means a line segment. ABC is a triangle. BC, CA, AB are its sides. They can be denoted by small letters a, b and c. The capital letters A, B and C denote the vertices of the triangle..
Triangle
A three sided closed figure is called a triangle. Here side means a line segment. ABC is a triangle. BC, CA, AB are its sides. They can be denoted by small letters a, b and c. The capital letters A, B and C denote the vertices of the triangle..
Triangle
- Question and Answers 2 Question and Answers 2..
Can an equilateral triangle be a right triangle?
Can an equilateral triangle be a right triangle? => No or Yes..
Name the triangle.
Name the triangle. => equilateral triangle or right triangle or obtuse triangle or scalene triangle..
Incenter of a triangle is
Incenter of a triangle is => on the outside of the triangle or on the vertex of the largest angle or equidistant from the sides or equidistant from the vertices..
Which of these is an equilateral triangle?
Which of these is an equilateral triangle? => Figure 2 or Figure 3 or Figure 4 or Figure 1..
Isosceles Triangles
Triangles are classified on the basis of the lengths of their sides as scalene, isosceles, or equilateral triangles. When any two sides of a triangle are equal it is called as an isosceles triangle . The unequal side is called its base and the angle oppos..
Inequalities Triangles
Introduction - We have studied so far about equalities in a triangle. In an isosceles triangle two of the sides are equal. In an equilateral triangle all the sides are equal. But there exist several situations where we need to compare quantities which are not equal. Th..
Solution of triangles
Solution of triangles - We have studied that a triangle has six parts or six elements viz three sides and three angles. From geometry, we know that when any three elements are given of which necessarily a side is given, the triangle is completely determined i.e, remain..
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